УДК 530.12:531.51 А.К. Гуц.Миф о свободе восстановления исторической правды
Can the Past be restored? Poincare and Costa de Beauregard
showed that
the past is not restored statistically. This follows from Bayes formula.
In given paper two new Principles are postulated which forbid the
restoration of the Past.

УДК 519.1О.В. Червяков.
Аффинные симметрии многогранника системы
независимости
In the present work in the terms of inseparable sets is received
criterion of existence of symmetry of independence system
polyhedron for any shift.
On the basis of it
is developed polynomial (accurate to oracle of independence)
algorithm of construction of the appropriate symmetry.

УДК 519.6А.К. Гуц.
Моделирование социально-психических процессов
The problem of modeling of social psychological processes
in society. The basis for mathematical model is the Bekhterev's
collective reflexology. The relation this model with ethnic and social
processes is discussed.

УДК 621.317Д.Н. Лавров.
Совместная плотность распределения ошибок
в многошкальном измерителе
The joint density function of errors in multi scale a measuring
device is deduced by a method of a maximum entropy.
Is shown, that this density function is well approximated
by a truncated normal density function, which is usually
used for a construction of estimations.

УДК 523.8Р.Т. Файзуллин, Ф.Г. Хике.
Квазистационарные решения задачи N тел с конечным радиусом
взаимодействия
The consideration of the N-body gravitational problem equations can give
us some class of boundary-valued
problems defined on the "beam's" construction.
One can consider it as finite element method's approximation with the
linear function's basis.
There are time and coordinate dependent beam's as distances between points
and unknown coordinate functions which are defined on the beam's.
The possible sample from this class is wave equation
where our 'constellation' can be considered as stabilized with
help of more wide volume. Simple iterative procedure give us well-known
mathematical objects-configurations on the spherical planes where
nodes and viewpoints are mass locations.
May be it can give us similar visual configurations on the planes
of spherical coordinates ( galactic, equatorial, ecliptic).
For some scales of mass distribution - light stars brighter than
1m, brighter than 2m, brighter than 6m,
light galaxies brighter than
8.4m, and for automodel parameter as a visual
brightness (M 3/R 2 ),
there are configurations where geometry and arithmetics are
tightly coupled.
There are isotropy and invariancy by time.